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\title{Solution of a Problem in Health Care Finance Risk Management}
\author{Thomas Cox PhD, RN}
\wp{09/28/11} 
\jel{Journal of Economic Literature (JEL) Classification System: A12, A13, B26, C01, C02, C18, C44, C71, C72, C81, C82, D22, D24, D61, D63, D81, D86, G13, G32, G34, G35, H51, I11, I12, I14, I18}

\addresses{\textbf{Thomas Cox}\\
  Risk \& Compliance Management Consultant,\\
  1711 NW 55 Terrace,\\ Gainesville, FL 32605\\
  Email: nurse.statistician@yahoo.com\\[1cm]}

\lfoot{\copyright \hspace{.1in} 2011 All rights reserved. Thomas Cox PhD, RN: \today}

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%%%%%%%%% \section{Introduction} 
%%%%%%%%% \label{sec:Introduction}

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%%%%%%%%% \section{Background} 
%%%%%%%%% \label{sec:Background}

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%%%%%%%%% \section{Statistical Theory} 
%%%%%%%%% \label{sec:StatisticalTheory}

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%%%%%%%%% \section{Insurer Operating Results} 
%%%%%%%%% \label{sec:InsurerOperatingResults}

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%%%%%%%%% \section{Paradigm insurer} 
%%%%%%%%% \label{sec:ParadigmInsurer} 

\input{ParadigmInsurer.tex}


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%%%%%%%%% \section{Standard Errors By Portfolio Size} 
%%%%%%%%% \label{sec:StandardErrorsByPortfolioSize} 

\input{StandardErrorsByPortfolioSize.tex}


%%%%%%%%% \section{References}
%%%%%%%%% \label{sec:References}

% \citep{Cox2006}
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\citep{Cox2001} \citep{Cox2006} \citep{Cox2001, Cox2006, Cummins1991}
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\citep{Cox2001} \citep{Cox2006} 
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\citep{Gold2002}


%\verbatim{\citep{Cox2006} (\citealt{Cox2006} and \citealt{Cox2006})}

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% \bibitem{HOL}URL: http://www.cl.cam.ac.uk/Research/HVG/HOL.
% \bibitem{ISA}URL: http://www.cl.cam.ac.uk/Research/HVG/Isabelle.
% \bibitem{COQ}URL: http://coq.inria.fr.
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%  Semantics}. North-Holland, 1984.
%  \bibitem{FlaggMyhill} R.C. Flagg, J. Myhill.  Implication and Analysis
%  in Classical Frege Structure. {\em Annals of Pure and
%  Applied Logic} {\bf 34} (1987) pp.33-85.
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% Calculus. {\em Annals of Pure and Applied Logic}. {\bf 132}, Issues
% 2-3, (2005) pp.109-125.
% \bibitem{IS2004} B. Intrigila, R. Statman.
% The Omega Rule is $\Pi^{0}_{2} $-Hard in the $\lambda\beta
% $-Calculus. {\em LICS 2004} pp.202-210, IEEE Computer Society 2004.
% \bibitem{IS2005} B. Intrigila, R. Statman. $\mathbf{\lambda\beta\omega}$ is
%  not arithmetical.
%  {\em Unpublished Paper}.
% \bibitem{Rogers} H. Rogers, Jr. {\em Theory of Recursive Functions and
%  Effective Computability}. MacGraw Hill New York 1967.
% \bibitem{Sch} K. Sch\"{u}tte {\em Proof Theory}
%                     Springer Verlag New York Heidelberg Berlin
%                     1977.
% \bibitem{St1} R. Statman. Gentzen's notion of a direct proof.
%                     in {\em Handbook of Mathematical Logic} (K.J. Barwise Editor)
%                     North Holland Amsterdam 1978.
%  \bibitem{St2} R. Statman Normal varieties of combinators. CMU Math.
%  Dept. Research Report No. 88-32. Carnegie-Mellon University 1988.
% 
% \end{thebibliography}
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